AbstractWe construct new examples of non-Kahlerian 1-convex threefolds X with exceptional set≅P1 (resp. ≅F2). Also the structure of Pic(X) will be studied. On the other hand, we shall investigate the quasi-projective structure of certain Kahlerian compactifiable 1-convex manifolds; particular attention will be given to 3-fold cases through concrete examples
18 pages; accepted for publication in Mathematische ZeitschriftInternational audienceIn this note, w...
Abstract. To understand compact projectively flat manifolds we study quasi-homogeneous projective do...
ABSTRACT. In this paper, we will use the Kohn’s ¯ ∂b-theory on CRhypersurfaces to derive some new re...
AbstractWe construct new examples of non-Kahlerian 1-convex threefolds X with exceptional set≅P1 (re...
We study here Kähler-type properties of 1-convex manifolds, using the duality between forms and comp...
We study a properly convex real projective manifold with (possibly empty) compact, strictly convex b...
Abstract. We show that every small resolution of a three-dimensional terminal hypersurface singulari...
We show that every small resolution of a three-dimensional terminal hypersurface singularity can occ...
In this paper we prove two main results. Theorem I: Let X be a 1-convex manifold with 1-dimensional ...
Abstract. In this article we summarize some results about the deformation space of (G,X)-structures ...
We provide models that are as close as possible to being formal for a large class of compact manifol...
This paper investigates the (non)existence of compact quotients of the homogeneous almost-complex st...
The purpose of this article is to consider two themes, both of which emanate from and involve the Ko...
International audienceWe construct what we think to be the first known examples of compact pseudo-Ri...
In this paper we show that if two strictly convex, compact real projec-tive manifolds have the same ...
18 pages; accepted for publication in Mathematische ZeitschriftInternational audienceIn this note, w...
Abstract. To understand compact projectively flat manifolds we study quasi-homogeneous projective do...
ABSTRACT. In this paper, we will use the Kohn’s ¯ ∂b-theory on CRhypersurfaces to derive some new re...
AbstractWe construct new examples of non-Kahlerian 1-convex threefolds X with exceptional set≅P1 (re...
We study here Kähler-type properties of 1-convex manifolds, using the duality between forms and comp...
We study a properly convex real projective manifold with (possibly empty) compact, strictly convex b...
Abstract. We show that every small resolution of a three-dimensional terminal hypersurface singulari...
We show that every small resolution of a three-dimensional terminal hypersurface singularity can occ...
In this paper we prove two main results. Theorem I: Let X be a 1-convex manifold with 1-dimensional ...
Abstract. In this article we summarize some results about the deformation space of (G,X)-structures ...
We provide models that are as close as possible to being formal for a large class of compact manifol...
This paper investigates the (non)existence of compact quotients of the homogeneous almost-complex st...
The purpose of this article is to consider two themes, both of which emanate from and involve the Ko...
International audienceWe construct what we think to be the first known examples of compact pseudo-Ri...
In this paper we show that if two strictly convex, compact real projec-tive manifolds have the same ...
18 pages; accepted for publication in Mathematische ZeitschriftInternational audienceIn this note, w...
Abstract. To understand compact projectively flat manifolds we study quasi-homogeneous projective do...
ABSTRACT. In this paper, we will use the Kohn’s ¯ ∂b-theory on CRhypersurfaces to derive some new re...
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